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LLM 심판 감사 / 2 OF 5

완벽한 일치

Perfect labels yield agreement and consistency of one.

로컬 계산 / 시뮬레이션

외부 API 없는 로컬 교육용 실험입니다. 합성 데이터는 운영 환경 측정이 아닙니다.

Study guide & lesson outlineLEARNING CONTRACT

Understand → implement → investigate

Goal: explain the mechanism in this lesson, reproduce one example and test a failure case. Reading alone does not mark mastery.

02 · 예측 및 설정

기술 설명, 매개변수 이름과 참고 답변은 현재 영어입니다.

03 · 근거 확인

실행하면 결과가 표시됩니다.

방법과 참고 문헌

Build an exportable rubric and analyze supplied judge labels. No LLM is called. In swapped trials A means original B and vice versa; normalize before computing consistency. Fixture labels are synthetic. Rubric wording is an original starting point, not a validated scale.

Text / 原始公式
agreement=matches/n; consistency=matches(original, remapped swapped)/n

High agreement on a small biased sample does not validate a judge for a new domain.

Judging LLM-as-a-Judge · MT-Bench ↗

연습 문제

judge-2 / 01What does “Perfect agreement” test?

Perfect labels yield agreement and consistency of one.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 02Which computation produces the result in “Perfect agreement”?

; , remapped swapped)/n

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 03What is the baseline configuration for “Perfect agreement”?

{"task":"Compare two answers for factual correctness using supplied evidence.","ratings":"[{\"human\":\"A\",\"judge\":\"A\",\"swapped\":\"B\"},{\"human\":\"B\",\"judge\":\"B\",\"swapped\":\"A\"}]"}

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 04What numerical result should you check for “Perfect agreement”?

{"Human agreement":1,"Order consistency":1,"A wins (original)":0.5}

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 05How would you run a controlled comparison for “Perfect agreement”?

Keep the supplied fixture and other settings fixed; change ratings. Compare human agreement and order consistency; retain evidence spans in real evaluations.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 06What failure could invalidate a conclusion from “Perfect agreement”?

High agreement on a small biased sample does not validate a judge for a new domain.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 07Is “Perfect agreement” a benchmark of a deployed language model?

No. Build an exportable rubric and analyze supplied judge labels. No LLM is called. In swapped trials A means original B and vice versa; normalize before computing consistency. Fixture labels are synthetic. Rubric wording is an original starting point, not a validated scale.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 08Which evidence should you report for “Perfect agreement”?

Compare human agreement and order consistency; retain evidence spans in real evaluations. Export inputs, engine, result and method; distinguish synthetic fixtures from observed production data.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 09How can another researcher reproduce “Perfect agreement”?

Open judge-2, reset the preset, retain the exact inputs and run. The calculation is deterministic for identical inputs.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
judge-2 / 10What is the next validation step after “Perfect agreement”?

High agreement on a small biased sample does not validate a judge for a new domain. Test the hypothesis on a representative held-out workload and document a baseline, success metric and stopping rule before claiming deployment readiness.

Original teaching answer / local derivation. Method reference: Judging LLM-as-a-Judge · MT-Bench ↗

실험 열기 →
MATHEMATICAL REVIEW · 2026-10-26

Assumptions, implementation & acceptance

Comparison count must be positive. Preserve ties, map swapped labels back to original identities, and separately report parse failures. Synthetic ratings do not establish a real judge’s reliability.

Engine formulas, scenario presets and numerical safeguards reviewed. Seeded synthetic inputs are not a production benchmark.

Human, judge and swapped labels → Map swapped identities back → Preserve ties · check valid labels → Agreement vs order consistency
Mechanism map: follow the transformations from top to bottom.

Before running: predict a boundary case

Perfect labels yield agreement and consistency of one.

Hint: isolate the assumption

Keep the baseline input fixed, change one parameter or boundary, and compare both the numerical result and the claimed units. A passing example verifies this fixture only.

Minimal executable example

Save the example and linked modules in one folder. Use Node.js 22 or newer, then run node judge-2.mjs. No third-party runtime dependencies.

import {calculate,network} from './academy-core.mjs';
const params={
  "task": "Compare two answers for factual correctness using supplied evidence.",
  "ratings": "[{\"human\":\"A\",\"judge\":\"A\",\"swapped\":\"B\"},{\"human\":\"B\",\"judge\":\"B\",\"swapped\":\"A\"}]"
};
const result=calculate('judge',params);
console.log(result.metrics);

Test and transfer

Perfect labels yield agreement and consistency of one.

Record input, code version, expected result and observed result in the notebook below. Then construct a counterexample that violates the assumption above and explain why the original conclusion no longer follows.

Download complete kit (.tar.gz) · Complete reference kit and regression checks

Predict, test and keep evidence

Before revealing an answer, predict one result. After the exercise, record the discrepancy and a transfer test. Saved locally across language editions.

Open notebook / export / clear →

The mathematical review scope is recorded per lesson. It does not establish empirical paper reproduction; report suspected errors in your notes. Review scope